Pd 2

Edit 1 13 …

Below is the list of who is responsible for which topics to summarize:

(All topics are due 2 cycles after the date topic was taught in class)


3-1- Lyndsie, Dillon

Place your work here....

3-2- Alex G, Ebony

Put your work here....

3-3- Emma, Jon H

5-1- Mike I, Tiffany

5-2- Phuong, Chris

5-3- Nick, John M

Dividing Polynomials.ppt

5-4- Ryan, Katelyn

Factoring Polynomials: Ex 1: Factoring - Factoring is the opposite of multiplication. When you factor, try to look for the GCF between all of the

terms in the problem Ex: 4y^2 - 8. Step 1 - In this example, 4 is the GCF, so we pull it out of the problem and write it as a product of the factors.

4y^2 - (4)2 Step 2 : Next we will rewrite the equation using the distributive rule of multiplying (a(b + c) = ab + ac) Final outcome - 4(y^2- 2)

Ex 2: Multiplication - The multiplication of polynomials allows someone to factor polynomials by multiplying polynomials together in order to factor

the problem --- FOIL (Front-Outer-Inner-Last) Method : (x+3)(x+4) Step 1: Multiply the first two polynomials in each pair (X and X), this

gives us x^2 Step 2: Multiply the outer two polynomials in each pair (X and 4), this gives us 4x Step 3: Multiply the inner two polynomials in each

pair (3 and x) this gives us 3x Step 4: Multiply the last two polynomials in each pair (3 and 4), this gives us 12 Step 5: Combine like terms :

x^2+4x+3x+12 Step 6: Solve :x^2+7x+12 --- Multiplying Polynomials - This method is for multiplying larger factoring equations

Ex:(x + 3)(x^2- 2x + 4)

Step 1 :(x)x^2-(x)2x + (x)3 + (3)x^2-(3)2x + (3)4
Step 2: x^2- 2x^2 + 3x + 3x^2- 6x + 12
Answer :x^3-3x^2-x + 12

9-1- Steph, Branson

9-1 Multiply and Divide Rational Expressions.pptx

9-2- Brooke, Jordan S

9-2 Adding and Subtract Rational Expressions.pptx

5-7- Megan, Devon

math.pptx

5-8- Kathrine, Jon W

5-9- Jordan W, Lyndsie​